{"url":"https://api.github.com/gists/5557726","forks_url":"https://api.github.com/gists/5557726/forks","commits_url":"https://api.github.com/gists/5557726/commits","id":"5557726","node_id":"MDQ6R2lzdDU1NTc3MjY=","git_pull_url":"https://gist.github.com/5557726.git","git_push_url":"https://gist.github.com/5557726.git","html_url":"https://gist.github.com/5557726","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5557726/raw/d2c4da9c5ac65fff9cec1bddc1f78ed17b528616/.block","size":29,"truncated":false,"content":"license: gpl-3.0\nheight: 800\n"},"README.md":{"filename":"README.md","type":"text/plain","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5557726/raw/475dae3ad5619406f80adacfd004a2f979fd2f38/README.md","size":2132,"truncated":false,"content":"Cartographic boundaries are commonly represented using latitude and longitude, but sometimes it’s convenient to use projected coordinates instead. This eliminates the need to project the geometry from the sphere to the plane while rendering, improving performance.\n\nFurthermore, [simplifying shapes](https://bost.ocks.org/mike/simplify/) in projected coordinates produces higher quality results, since the importance of each point is measured in area on-screen rather than on the Earth’s surface. For example, D3’s [Albers USA projection](/mbostock/4090848) displays Alaska at 0.6x its true size; simplifying in spherical coordinates preserves almost twice as much detail as needed for Alaska, whereas simplifying in projected coordinates produces a smaller file with uniform detail.\n\nTo generate a shapefile in projected coordinates, such as [California Albers](http://spatialreference.org/ref/epsg/3310/), use [ogr2ogr](http://www.gdal.org/ogr2ogr.html)’s -t_srs argument:\n\n```bash\nogr2ogr \\\n\t-f 'ESRI Shapefile' \\\n\t-t_srs 'EPSG:3310' \\\n\tcounties-projected.shp \\\n\tcounties.shp\n```\n\nAlternatively, you can use [topojson --projection](/mbostock/5925375) to apply one of D3’s many geographic projections without needing ogr2ogr.\n\nTo convert the shapefile to TopoJSON, while simplifying, translating and scaling the geometry to fit the display, use [topojson](https://github.com/mbostock/topojson/wiki/Command-Line-Reference)’s --width and --height arguments:\n\n```bash\ntopojson \\\n\t--width 960 \\\n\t--height 800 \\\n\t--margin 20 \\\n\t-s .25 \\\n\t-o ca.json \\\n\t-- counties=counties-projected.shp\n```\n\n(For more on generating TopoJSON and manipulating shapefiles, read my [Let’s Make a Map](https://bost.ocks.org/mike/map/) tutorial, and see the [US Atlas](https://github.com/mbostock/us-atlas) repo for some sample shapefiles.)\n\nLastly, to render the projected TopoJSON, create a [d3.geoPath](https://github.com/d3/d3-geo/blob/master/README.md#geoPath) with a null projection. This indicates that input geometry is in screen coordinates and can be displayed as-is:\n\n```js\nvar path = d3.geoPath()\n .projection(null);\n```\n\nBoom!\n"},"ca.json":{"filename":"ca.json","type":"application/json","language":"JSON","raw_url":"https://gist.githubusercontent.com/mbostock/5557726/raw/57f31b81d382f3bfc518f2e359b0502780c7bf6d/ca.json","size":54186,"truncated":false,"content":"{\"type\":\"Topology\",\"transform\":{\"scale\":[0.06587720890471402,-0.07600760076007601],\"translate\":[150.64689408088225,780]},\"objects\":{\"counties\":{\"type\":\"GeometryCollection\",\"geometries\":[{\"type\":\"Polygon\",\"arcs\":[[-1,-2,-3,-4,-5,-6]]},{\"type\":\"Polygon\",\"arcs\":[[1,-7,-8]]},{\"type\":\"Polygon\",\"arcs\":[[-9,5,-10,-11]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-12]],[[7,-13,-14,-15,2]]]},{\"type\":\"Polygon\",\"arcs\":[[3,14,-16,-17,-18]]},{\"type\":\"Polygon\",\"arcs\":[[10,-19,-20,-21,-22]]},{\"type\":\"Polygon\",\"arcs\":[[4,17,-23,-24,18,9]]},{\"type\":\"Polygon\",\"arcs\":[[22,16,-25,-26,-27,-28]]},{\"type\":\"Polygon\",\"arcs\":[[23,27,-29,-30,-31,19]]},{\"type\":\"Polygon\",\"arcs\":[[28,26,-32,-33,-34,-35]]},{\"type\":\"Polygon\",\"arcs\":[[13,-36,-37,-38,-39,24,15]]},{\"type\":\"Polygon\",\"arcs\":[[25,38,-40,-41,31]]},{\"type\":\"Polygon\",\"arcs\":[[30,-42,-43,-44,20]]},{\"type\":\"Polygon\",\"arcs\":[[29,34,-45,-46,-47,41]]},{\"type\":\"Polygon\",\"arcs\":[[39,37,-48,-49,-50,-51]]},{\"type\":\"Polygon\",\"arcs\":[[42,46,-52,-53]]},{\"type\":\"Polygon\",\"arcs\":[[40,50,-54,-55,32]]},{\"type\":\"Polygon\",\"arcs\":[[51,45,-56,-57,-58,-59]]},{\"type\":\"Polygon\",\"arcs\":[[33,54,-60,-61,55,44]]},{\"type\":\"Polygon\",\"arcs\":[[57,-62,-63,-64,-65]]},{\"type\":\"Polygon\",\"arcs\":[[-66,63,-67,-68,-69,-70]]},{\"type\":\"Polygon\",\"arcs\":[[53,49,-71,-72,-73,59]]},{\"type\":\"Polygon\",\"arcs\":[[70,48,-74,-75,-76,-77,-78]]},{\"type\":\"Polygon\",\"arcs\":[[36,-79,-80,-81,73,47]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[61,56,60,72,-82,-83,-84,-85]],[[-86]],[[-87]]]},{\"type\":\"Polygon\",\"arcs\":[[-88,69,-89,-90,-91,-92]]},{\"type\":\"Polygon\",\"arcs\":[[62,84,-93,-94,66]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-95]],[[-96]],[[75,-97]],[[71,77,-98,-99,81]],[[-100]]]},{\"type\":\"Polygon\",\"arcs\":[[93,-101,-102,-103,67]]},{\"type\":\"Polygon\",\"arcs\":[[68,102,-104,-105,-106,88]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-107]],[[79,-108]]]},{\"type\":\"Polygon\",\"arcs\":[[83,-109,-110,-111,-112,100,92]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-113]],[[-114]],[[-115,-116,109]]]},{\"type\":\"Polygon\",\"arcs\":[[103,101,111,-117,-118,-119]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[115,-120,-121,116,110]],[[-122]]]},{\"type\":\"Polygon\",\"arcs\":[[104,-123,-124]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-125]],[[-126]],[[-127]],[[-128,-129]],[[-130]]]},{\"type\":\"Polygon\",\"arcs\":[[105,123,-131,-132,89]]},{\"type\":\"Polygon\",\"arcs\":[[128,-133,-134,-135,-136]]},{\"type\":\"Polygon\",\"arcs\":[[122,118,-137,-138,-139,130]]},{\"type\":\"Polygon\",\"arcs\":[[90,131,138,-140,-141,-142,-143,-144]]},{\"type\":\"Polygon\",\"arcs\":[[120,-145,134,-146,-147,136,117]]},{\"type\":\"Polygon\",\"arcs\":[[91,143,-148,-149,-150,-151]]},{\"type\":\"Polygon\",\"arcs\":[[145,133,-152,-153,-154]]},{\"type\":\"Polygon\",\"arcs\":[[146,153,-155,139,137]]},{\"type\":\"Polygon\",\"arcs\":[[152,-156,-157,-158,140,154]]},{\"type\":\"Polygon\",\"arcs\":[[147,142,-159,-160]]},{\"type\":\"Polygon\",\"arcs\":[[158,141,157,-161,-162]]},{\"type\":\"Polygon\",\"arcs\":[[-163,149,-164,-165,-166,-167]]},{\"type\":\"Polygon\",\"arcs\":[[156,-168,-169,-170,160]]},{\"type\":\"Polygon\",\"arcs\":[[148,159,161,169,-171,-172,-173,163]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-174]],[[-175]],[[-176]],[[-177]],[[-178]],[[168,-179,-180,170]]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-181]],[[-182]],[[-183,171,179,-184,-185]],[[-186]],[[-187]],[[-188]]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-189]],[[-190]],[[-191]],[[-192]],[[172,182,-193,-194,-195,164]]]},{\"type\":\"Polygon\",\"arcs\":[[-196,166,-197,-198,-199]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-200]],[[194,-201,-202,-203,-204,196,165]]]},{\"type\":\"MultiPolygon\",\"arcs\":[[[-205]],[[-206]],[[197,203,-207,-208]]]},{\"type\":\"Polygon\",\"arcs\":[[-209,198,207]]}]}},\"arcs\":[[[897,9979],[15,-1],[61,0],[52,-5],[83,0],[54,1],[53,2],[20,2],[84,-9],[51,-1],[76,-3],[111,-1],[48,-2],[59,0],[9,-1],[102,0],[51,1],[57,-2],[61,0],[85,-4],[44,-1],[54,0],[7,-1],[125,-6],[109,-2],[44,-2],[25,0],[58,-3],[79,-2],[97,-4],[104,-2]],[[738,9333],[5,14],[13,5],[1,15],[-5,5],[3,6],[21,7],[8,16],[2,14],[-13,6],[-12,45],[0,14],[-8,18],[-18,6],[-12,1],[-7,14],[11,14],[-6,11],[6,4],[-2,10],[-11,-4],[-4,5],[-12,-4],[-4,5],[9,19],[13,14],[0,6],[16,0],[-5,10],[-2,25],[2,7],[23,20],[-5,3],[0,11],[9,7],[-4,19],[-12,7],[-2,29],[-4,15],[11,5],[4,12],[-15,7],[-1,8],[-10,10],[0,10],[17,8],[11,-2],[10,21],[10,4],[0,20],[12,12],[14,-3],[7,-8],[8,0],[8,12],[5,12],[26,-2],[10,10],[2,17],[14,21],[6,5],[-2,24],[-3,10],[19,8],[2,6]],[[961,9113],[-8,19],[-10,7],[-5,9],[0,11],[-18,15],[12,13],[-1,27],[-15,8],[5,11],[-7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